There are three circular tabletops with diameters of 5 ft, 7 ft, and

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Question 110 ptsThere are three circular tabletops with diameters of 5 ft, 7 ft, and 9 ft. Identify the area of each table top rounded to the nearest tenth.<br>

There are three circular tabletops with diameters of 5 ft, 7 ft, and 9 ft. Identify the area of each table top rounded to the nearest tenth.

 A1 ≈ 19.6 ft2; A2 ≈ 38.5 ft2; A3 = 63.6 ft2 A1 ≈ 78.5 ft2; A2 ≈ 153.9 ft2; A3 = 254.5 ft2

 A1 ≈ 15.7 ft2; A2 ≈ 22 ft2; A3 = 28.3 ft2 A1 ≈ 31.4 ft2; A2 ≈ 44 ft2; A3 = 56.5 ft2

Question 210 ptsUse a composite figure to estimate the area of the figure. The grid has squares with side lengths of 1 cm.<br><img src=”https://www.homeworkmarket.com/assessment_questions/5060/files/20994/download?verifier=4dp6UkdNpeYsdN6zfqAMKFwqCc11K9MOjE1foG5Z” alt=””>

Use a composite figure to estimate the area of the figure. The grid has squares with side lengths of 1 cm.

Identify the area of  K in terms of π.

 K = 49π cm2 K = 7π cm2

 K = 196π cm2 K = 14π cm2

Identify the area of the figure rounded to the nearest tenth.

Identify the area of a regular octagon with side length 13 ft rounded to the nearest tenth.

 A ≈ 332.4 ft2 A ≈ 204 ft2

 A ≈ 423.7 ft2 A ≈ 816 ft2

Janet is designing a garden in the shape of a trapezoid which is split into three parts: two triangular flower beds and a rectangular section of grass. Setting up the flower beds costs \$3.50 per square foot. How much will Janet have to spend to set up the flower beds?

Identify the area of a regular hexagon with side length 17 in. rounded to the nearest tenth.

 A ≈ 750.8 in2 A ≈ 3003.4 in2

 A ≈ 187.7 in2 A ≈ 642.9 in2

Jimmy is planning to paint the gate of his house that has a glass panel. Painting the gate costs \$2.50 per square foot. How much will he have to spend to paint the gate?

Question 910 ptsIdentify the diameter of &#8857;&nbsp;<em>Q</em> in which <i>A</i> = 169<em>&pi;</em> in<sup>2</sup>.<br>

Identify the diameter of  Q in which A = 169π in2.

 d = 13π in. d = 26 in.

 d = 13 in. d = 26π in.

Identify the area of the figure rounded to the nearest tenth.

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